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Name Date Class LESSON82Review for Mastery Factoring by GCF The Distributive Property states:a(b + c) ab + factoring by GCF reverses the Distributive Property: ab + ac a(b + c) Factor 12×3 + 21×2

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How to fill out 8-2 factoring by gcf

01

To fill out 8-2 factoring by gcf, follow these steps:

02

Identify the given expression, which is 8-2.

03

Determine if there is a greatest common factor (GCF) that can be factored out from both 8 and 2.

04

In this case, the GCF of 8 and 2 is 2.

05

Divide both 8 and 2 by the GCF (2).

06

- 8 / 2 = 4

07

- 2 / 2 = 1

08

Write the factored form of the expression using the GCF and the division results:

09

- 8-2 = 2(4-1)

10

Simplify the expression inside the parentheses if possible.

11

The factored form of 8-2 using GCF is 2(3).

Who needs 8-2 factoring by gcf?

01

Anyone who wants to simplify or factor out a common factor from the expression 8-2 would need to use 8-2 factoring by GCF.

02

This method is commonly used in algebraic expressions to simplify and identify common factors, which can help in further calculations or simplifications.

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What is 8-2 factoring by gcf?

The process of finding the greatest common factor of the numbers 8 and 2.

Who is required to file 8-2 factoring by gcf?

Anyone working with polynomials and looking to simplify expressions.

How to fill out 8-2 factoring by gcf?

Identify the highest common factor of the numbers and divide them accordingly.

What is the purpose of 8-2 factoring by gcf?

To simplify expressions and make calculations easier.

What information must be reported on 8-2 factoring by gcf?

The numbers being factored and the greatest common factor.

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